Respuesta :
The number of classes that must be formed in a university which has admitted a group of n students with varying skill levels ranges from 0 to 10⁹.
What is class grouping?
The class grouping is to divide the elements into the groups which has the common properties and behavior.
A university has admitted a group of n students with varying skill levels. To better accommodate the students, the university has decided to create classes tailored to the skill levels.
- A placement examination will return a skill level that will be used to group the students, where levels represent the skill level of student i.
- All students within a group must have a skill level within max Spread, a specified range of one another.
In this problem of class grouping, the input value is the skill level of every student and the output is a minimum number of classes can be formed.
For the n number of students, which ranges from 1 to 10⁵,
[tex]1\le \text {n (student)}\le 10^5\\1\le \text {level[i]}\le 10^9\\0\le \text {max Spread}\le 10^9[/tex]
Here, max spread maximum permitted skill difference between any two members of the class.
Thus, the number of classes that must be formed in a university which has admitted a group of n students with varying skill levels ranges from 0 to 10⁹.
Learn more about the class grouping here;
https://brainly.com/question/15077018
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